Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0760125846681286
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2984.8804.7180.1
3904.7818.3898664987386.31013350127
4244.7824.950522829213-580.250522829213
5804.6780.84418083393123.7558191660687
6254.6782.649922049653-528.049922049653
7184.7742.511482640855-557.811482640855
8354.7700.110790087763-345.410790087763
9204.5673.855223160931-469.355223160931
10624.4638.178319520983-13.7783195209827
11964.5637.130993841809327.369006158191
12324.4662.01515814013-337.61515814013
1324.6636.35215734676-611.75215734676
14414.5589.851294690529-175.351294690529
15884.4576.522389556199307.877610443801
1684.5599.92496248748-515.42496248748
17504.4560.746178886333-56.346178886333
18194.6556.46316019301-361.86316019301
19804.7528.957006090562275.742993909438
20824.6549.916943761747274.683056238253
21144.7570.796312830957-426.096312830957
22764.7538.407630775117226.292369224883
23864.7555.608698650575309.091301349426
245579.10352736458-574.10352736458
25715535.464434382508179.535565617492
26214.9549.111396764948-334.211396764948
27435.1523.707124671299-88.6071246712991
28295516.971868105023-221.971868105023
29205.4500.099212686747-294.699212686747
30845.6477.698363830765367.901636169235
31155.8505.663518099622-349.863518099622
32646.1479.069487807785167.030512192215
33876.1491.765908757956384.334091242044
34216.5520.980136409341-304.480136409341
35906.8497.835814260762408.964185739238
36257.3528.922239055498-271.622239055498
37227.8508.275530611546-280.475530611546
38168.3486.955860593597-318.655860593597
39808.7462.734005010231345.965994989769
40558.9489.03177449668469.8682255033158
4129.4494.342638903367-464.942638903367
42749.5459.001147197902290.498852802098
43239.5481.082715842515-241.582715842515
44249.6462.71938920018-213.11938920018
45259.8446.519633584181-186.719633584181
462710432.3265916271622277.67340837284
47829.9605.458434427447224.441565572553
48259.9622.518817933578-362.618817933578
49179.7594.955224333145-415.255224333145
50319.8563.390601434639-243.590601434639
51469.8544.874650218728-75.0746502187284
52789.9539.168032012547250.731967987453
53309.6558.2268169582-248.6268169582
54689.4539.328049983397150.071950016602
55269.5550.735406790346-281.235406790346
56279.6529.357976620019-249.757976620019
57379.5510.373227275649-130.873227275649
58469.5500.425215006568-30.9252150065677
59619.8498.074509482501121.725490517499
60419.4507.327178636732-87.9271786367318
61419.1500.643606525978-81.5436065259775
62959494.445266230777464.554733769223
63148.9529.75727226439-380.85727226439
64149500.807326609921-351.807326609921
65659474.065542409116184.934457590884
66729.1488.122888524798240.977111475202
67739.1506.440181613887232.659818386113
68659.1524.125255757833134.974744242167
69619534.385034932684.6149650674
70598.9540.81683712897658.0831628710235
71498.7545.231888464503-46.5318884645029
72398.5541.694879352827-143.194879352827


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73530.810266461978-262.8676835862151324.48821651017
74530.810266461978-265.1572821581781326.77781508213
75530.810266461978-267.4403135691671329.06084649312
76530.810266461978-269.7168340060431331.33736693
77530.810266461978-271.9868988590111333.60743178297
78530.810266461978-274.2505627373411335.8710956613
79530.810266461978-276.5078794846951338.12841240865
80530.810266461978-278.7589021940741340.37943511803
81530.810266461978-281.0036832223881342.62421614634
82530.810266461978-283.242274204661344.86280712862
83530.810266461978-285.4747260678911347.09525899185
84530.810266461978-287.701089044571349.32162196853